A two-dimensional pseudospectral model for time reversal and nonlinear elastic wave spectroscopy

One way to characterize metallic materials in the presence of defects like dislocation networks is to measure their large dynamic nonlinear elastic response. In this numerical study, a new method combining the nonlinear elastic wave spectroscopy (NEWS) method with a time reversal (TR) process is pro...

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Veröffentlicht in:The Journal of the Acoustical Society of America 2007-12, Vol.122 (6), p.3220-3229
Hauptverfasser: Goursolle, Thomas, Callé, Samuel, Dos Santos, Serge, Bou Matar, Olivier
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container_issue 6
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container_title The Journal of the Acoustical Society of America
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creator Goursolle, Thomas
Callé, Samuel
Dos Santos, Serge
Bou Matar, Olivier
description One way to characterize metallic materials in the presence of defects like dislocation networks is to measure their large dynamic nonlinear elastic response. In this numerical study, a new method combining the nonlinear elastic wave spectroscopy (NEWS) method with a time reversal (TR) process is proposed. This method, called NEWS-TR, uses nonlinear analysis as a pretreatment of time reversal and then consists of retrofocusing only nonlinear components on the defect position. A two-dimensional pseudospectral time domain algorithm is developed here to validate the NEWS-TR method as a potential technique for damage location. Hysteretic nonlinear behavior of the materials being studied is introduced using the Preisach-Mayergoyz model. Moreover, in order to extend this solver in two dimensions, the Kelvin notation is used to modify the elastic coefficient tensor. Simulations performed on a metallic sample show the feasibility and value of the NEWS-TR methodology for microdamage imaging. Retrofocusing quality depends on different parameters such as the filtering method used to keep only nonlinear components and the nonlinear effect measured. In harmonic generation, pulse inversion filtering seems to be a more appropriate filtering method than classical harmonic filtering for most defect positions, mainly because of its ability to filter all fundamental components.
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subjects Acoustic signal processing
Acoustics
Algorithms
Computer Simulation
Cross-disciplinary physics: materials science
rheology
Elasticity
Exact sciences and technology
Feasibility Studies
Fourier Analysis
Fundamental areas of phenomenology (including applications)
Materials science
Materials Testing
Metals - chemistry
Models, Chemical
Motion
Nonlinear Dynamics
Physics
Pressure
Reproducibility of Results
Stress, Mechanical
Time Factors
Transduction
acoustical devices for the generation and reproduction of sound
title A two-dimensional pseudospectral model for time reversal and nonlinear elastic wave spectroscopy
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